This chapter presents an overview of terminal area roadway analyses. It presents level-of-service definitions applicable to airport roadways and describes methods for estimating the capacity and levels of service. Chapter 5 presents comparable methods for analyzing curbside roadways.
As described earlier, a hierarchy of analytical methods—including quick-estimation, macroscopic, and microsimulation methods—for analyzing airport terminal area roadway and weaving section operations is proposed. The appropriate analytical method will evolve as a project proceeds from concept to final design and as more time and data become available to support the analyses.
This chapter presents the suggested quick-estimation methods for analysis of airport roadways with uninterrupted flows, signalized roadways, and airport roadway weaving sections; the macroscopic method for analyzing low-speed roadway weaving areas commonly found on airports; and an overview of the use of microsimulation methods.
The macroscopic methods and performance measures presented in the HCM are considered applicable for analyses of airport roadways with uninterrupted traffic flows and unsignalized and signalized intersections, but not for analyses of low-speed roadway weaving areas. It is suggested that the method presented in the section “Macroscopic Method for Analyzing Airport Roadway Weaving Areas” be used when macroscopic analyses of airport weaving areas are required, and that the methods presented in HCM be used for macroscopic analyses of all other airport roadways. The methods in this chapter are based on those presented in the HCM. The latest edition of the HCM should be used for analysis, recognizing that judgment may be needed in adapting subsequent updates to the HCM to airport conditions.
The methods and data presented in this chapter represent the best available information concerning airport roadway operations and the consensus of the research team, the project panel, and other reviewers at the time this Guide was prepared. It is suggested that additional research be conducted on low-speed weaving areas and maximum service rates for airport roadways.
The key performance measures defining the quality of service of an airport terminal area roadway, including its sufficiency, are as follows:
With the exception of the weaving analysis discussed in this chapter, the definitions, metrics, and procedures presented in the HCM are applicable to airport roadways with uninterrupted operations (e.g., freeways and other grade-separated facilities) and roadways that are governed by intersections (e.g., signalized intersections, stop-controlled intersections, and roundabouts).
The weaving analysis methods presented in the HCM method are primarily oriented toward operations on freeways and were developed using data primarily from freeways. At airports, weaving often takes place on roadway segments designed for speeds that are much slower than those on freeways or even on major arterial streets. As a result, while the weaving theory and methods presented in the HCM (and subsequent updates) may be applicable to airport roadways, the metrics defining quality of service do not apply. Consequently, subsequent portions of this chapter present alternative metrics for the low-speed weaving that occurs on airport roadways.
This section presents quick-estimation methods for analyzing uninterrupted flows, signalized roadways, and airport roadway weaving sections.
Quick-estimation methods are most appropriate for “sizing” a roadway in the early stages of planning and the design process when little has been decided (or is known) about the details of the required roadway. Such methods are suitable for use when preparing planning studies to size or evaluate a roadway and identify points of existing or future constraints.
Table 4-1, which is adapted from the HCM (Exhibits 12-16 and 12-18), presents the maximum service flow rate and adjusted flow rates for multilane roadways with uninterrupted flows. The adjusted flow rates represent the maximum flow rates of typical airport access and circulation roadways and were calculated assuming that (1) heavy vehicles—primarily single-unit trucks and courtesy vehicles—comprise less than 15% of the traffic volume on the access roadways and (2) a high proportion of drivers are infrequent users of the airport roadways and are likely to be unfamiliar with them. The free-flow speeds can be approximated by the posted speed limits on the roadway section unless drivers regularly exceed the posted speed limit, in which case the free-flow speed can be approximated by the average operating speed of the vehicles on the roadway.
These adjusted flow rates are also based on the following assumptions:
If the roadway being evaluated falls significantly outside the lane width, lateral clearance, and percent of truck use, and varies from the other factors listed above, then the traffic volume thresholds presented in Table 4-1 may not be accurate. In addition, given that airport roadways
Table 4-1. Levels of service for airport terminal area access and circulation roadways.
| Criteria | Under Capacity | Near Capacity | At Capacity | ||
|---|---|---|---|---|---|
| A | B | C | D | E | |
| Free-flow speed = 50 mph | |||||
|
Maximum speed (mph) |
50 | 50 | 50 | 50 | 46 |
|
Maximum volume/capacity ratio |
0.27 | 0.43 | 0.62 | 0.89 | 1.00 |
|
Maximum service flow (passenger cars/hour/lane) |
560 | 910 | 1,310 | 1,860 | 2,100 |
|
Maximum flow (vehicles/hour/lane) |
460 | 740 | 1,070 | 1,520 | 1,710 |
| Free-flow speed = 45 mph | |||||
|
Maximum speed (mph) |
45 | 45 | 45 | 45 | 42 |
|
Maximum volume/capacity ratio |
0.26 | 0.42 | 0.61 | 0.82 | 1.00 |
|
Maximum service flow (passenger cars/hour/lane) |
500 | 810 | 1,170 | 1,570 | 1,910 |
|
Maximum flow (vehicles/hour/lane) |
410 | 660 | 960 | 1,280 | 1,560 |
| Free-flow speed = 40 mph | |||||
|
Maximum speed (mph) |
40 | 40 | 40 | 39 | 36 |
|
Maximum volume/capacity ratio |
0.26 | 0.43 | 0.62 | 0.82 | 1.00 |
|
Maximum service flow (passenger cars/hour/lane) |
440 | 720 | 1,040 | 1,390 | 1,690 |
|
Maximum flow (vehicles/hour/lane) |
360 | 590 | 850 | 1,130 | 1,380 |
| Free-flow speed = 35 mph | |||||
|
Maximum speed (mph) |
35 | 35 | 35 | 34 | 30 |
|
Maximum volume/capacity ratio |
0.25 | 0.41 | 0.59 | 0.78 | 1.00 |
|
Maximum service flow (passenger cars/hour/lane) |
390 | 630 | 910 | 1,210 | 1,550 |
|
Maximum flow (vehicles/hour/lane) |
320 | 510 | 740 | 990 | 1,270 |
| Free-flow speed = 30 mph | |||||
|
Maximum speed (mph) |
30 | 30 | 30 | 29 | 26 |
|
Maximum volume/capacity ratio |
0.22 | 0.37 | 0.53 | 0.73 | 1.00 |
|
Maximum service flow (passenger cars/hour/lane) |
320 | 530 | 760 | 1,050 | 1,430 |
|
Maximum flow (vehicles/hour/lane) |
260 | 430 | 620 | 860 | 1,170 |
| Free-flow speed = 25 mph | |||||
|
Maximum speed (mph) |
25 | 25 | 25 | 24 | 20 |
|
Maximum volume/capacity ratio |
0.22 | 0.33 | 0.48 | 0.66 | 1.00 |
|
Maximum service flow (passenger cars/hour/lane) |
280 | 430 | 620 | 860 | 1,300 |
|
Maximum flow (vehicles/hour/lane) |
230 | 350 | 510 | 700 | 1,060 |
may experience a high share of infrequent users, all lanes on a given roadway segment may not be used equally. For example, if on a multilane roadway, signs indicate that certain facilities will be on the left, drivers may shift into the left lane well in advance of the actual exit. As a result, the combined lanes of the roadway may not achieve their full capacity or maximum service flow rate because many drivers would be unwilling to use each available lane. In such situations, a more detailed macroscopic analysis using procedures described in the HCM may be necessary to determine the maximum service volume for the facility.
If the lane width, lateral clearance, percent of truck use, and other factors described above are applicable to the roadway being analyzed, then the information in Table 4-1 should be applied as follows:
For example, if the free-flow speed is 50 mph and the target roadway sufficiency is “near capacity,” then the maximum desirable flow rate for a two-lane, one-way road would be 3,040 vehicles per hour (twice 1,520).
The HCM (Volume 4, Chapter 31) presents a planning-level analysis intended to support simplified and approximate analyses of signalized intersections for motorized vehicles. This planning-level analysis has its roots in critical movement analysis. This method involves the following steps:
The HCM provides methodologies for evaluating traffic operations on airport roadways. However, the HCM methodologies were not designed to evaluate weaving conditions for low-speed airport roadways (speed limits of 30 mph or slower). These limits on applicability are commonly included in software that applies the HCM method, prohibiting the user from applying the software to weaving sections with free-flow speeds lower than 35 mph.
Consequently, a separate weaving analysis without the limitation on low free-flow speeds was developed and incorporated into a macroscopic model—QATAR. QATAR includes components that provide information about low-speed weaving and curbside roadway operations given certain inputs. The low-speed weaving operations are described in this section. The curbside operations components are described in Chapter 5.
QATAR uses the weaving analysis calculations and methodology presented in Chapter 13 of the HCM, for one-sided and two-sided weaving and applies these calculations to roadways having free-flow speeds slower than the lower bound of speeds (free-flow speeds less than 35 mph) presented in the HCM, 6th Edition. Three modifications were made to the HCM weaving method to extend its application to lower-speed roadway sections. First, the minimum speed for
weaving traffic was reduced from 15 mph in the HCM to 10 mph. Second, the HCM level-of-service thresholds were converted to sufficiency thresholds for consistency with other recommended analyses on airport roadways, and a special set of sufficiency threshold traffic densities was developed for application to weaving sections on low-speed airport roadways. Third, as an input in determining the capacity of the weaving segment, maximum service flow rates for basic freeway segments under base conditions were extrapolated to correspond to input free-flow speeds (i.e., less than 55 mph).
The HCM presents macroscopic methods for analyzing airport roadway operations away from the terminal area. These methods, if adjusted for the factors used to develop Table 4-1 (e.g., heavy vehicles and roadway geometry), are applicable to analysis of airport roadways with uninterrupted traffic flows and flows at signalized intersections, roundabouts, and stop-controlled intersections.
The HCM weaving analysis procedure involves the following seven steps, which are described in this section:
An eighth step in the HCM, determining the level of service, has been replaced in this report with determining the sufficiency of the weaving segment.
The remaining paragraphs of this section describe these steps in more detail with the recommended modifications for applying this analysis to weaving sections of low-speed airport roadways. Equations and additional detail on these steps are provided in the HCM.
The analyst must collect data on existing and/or forecast peak-hour traffic volumes for each leg of the weaving section. The traffic data should include a peak-hour factor and percent of heavy vehicles. The peak-hour factor is the ratio of the total peak-hour flow rate (in vehicles per hour, vph) divided by the peak 15-minute flow rate within the peak hour (converted to vph).
The free-flow speed or posted speed limit should be observed (or estimated in the case of a new design or planning study).
The proposed (or existing) lane geometry must be identified (number of lanes on each leg, number of lanes in the weaving section, lane striping showing how the lanes on each leg transition to and from the lanes in the weaving section, and the length of the weaving section).
Mixed (passenger cars, trucks, buses, etc.) flow rates should be converted to equivalent passenger-car rates by accounting for a peak-hour factor and the presence of heavy vehicles. The HCM
no longer includes a driver familiarity factor, and it combines all heavy vehicle types into a single classification.
The user has two options for entering traffic volumes through the weaving segment. The first option is to enter actual origin and destination counts (or projected volumes) on the weaving section, and the second option is to enter approach and departure volumes, and then use QATAR to estimate the weaving volumes in the segment.
Several key parameters characterize the configuration of a weaving segment. The first step is to determine whether the roadway being analyzed is a one-sided ramp weave or a two-sided weave (graphical illustrations are provided in QATAR as well as in Figure 4-1; a photo of a weaving configuration is provided as Figure 4-2).
The key variables in subsequent steps of the methodology, for both types of weaving configurations are
| LCMIN = | minimum rate at which weaving vehicles must change lanes to successfully complete all weaving maneuvers (lc/hr). |
| NWL = | number of lanes from which weaving maneuvers may be made with either one lane change or no lane changes. For one-sided weaving, this value is either 2 or 3, and for two-sided weaving, this value is always 0 by definition. |
For a one-sided weaving segment, the two weaving movements are the ramp-to-freeway and freeway-to-ramp flows. For the purposes of this analysis, the “freeway” flows are the mainline flows, and the “ramp” flows are those flows that merge into or diverge from the mainline flow. The following values are established:
| LCRF = | minimum number of lane changes that must be made by one ramp-to-freeway vehicle to successfully execute the desired maneuver. |
| LCFR = | minimum number of lane changes that must be made by one freeway-to-ramp vehicle to successfully execute the desired maneuver. |
| vRF = | ramp-to-freeway demand flow rate in weaving segment, passenger car (pc)/hr. |
| vFR = | freeway-to-ramp demand flow rate in weaving segment, pc/hr. |
For a two-sided weaving segment, only the ramp-to-ramp movement is functionally “weaving.” The following values are established:
| LCRR = | minimum number of lane changes that must be made by one ramp-to-ramp vehicle to successfully execute the desired maneuver. |
| vRR = | ramp-to-ramp demand flow rate in weaving segment, pc/hr. |
The concept of “maximum length” (LMAX) of a weaving segment is critical to the methodology. Strictly defined, the maximum length is the length beyond which weaving turbulence no longer affects operations within the segment, or alternatively, no longer affects the capacity of the weaving segment.
If the length of the weaving segment is greater than or equal to LMAX, then this weaving analysis methodology is not appropriate, and the weaving segment should be analyzed as separate merge, diverge, and basic segments as appropriate.
Weaving capacity is determined by two methods: density and weaving demand flows. The final capacity is the smaller of the results of the two methods.
The equivalent hourly rate at which weaving and non-weaving vehicles make lane changes within the weaving segment is a direct measure of turbulence in the flow of traffic (i.e., when vehicles exhibit irregular and apparently random fluctuations in speed). It is also a key determinant of speeds and densities within the segment, which ultimately determine the existing or anticipated level of service.
The methodology is used to compute the average speed of weaving vehicles in a weaving segment and the average speed of non-weaving vehicles in a weaving segment. For airport roadways, a minimum average speed (in miles per hour) of weaving vehicles expected in the weaving segment of SMIN = 10 mph is recommended.
Note that, usually, the non-weaving speed should be modestly faster than the weaving speed. However, the developers of the HCM weaving methodology believe that it is acceptable for the non-weaving speed to be slightly slower than the weaving speed in some cases. If the analyst finds that the non-weaving speed is more than 3 mph to 5 mph below that of the weaving speed, then it is recommended that the analyst recompute the weaving speed using a lower SMIN of 5 mph (instead of 10 mph). The analyst should be aware that these extrapolations of the HCM weaving methodology to airport roadways are very approximate; field conditions should be verified where possible.
The average speed of all vehicles in a weaving segment is computed using the average speeds for weaving and non-weaving vehicles.
The sufficiency of a weaving segment is related to the density in the segment. This is similar in concept to the use of level of service in the HCM for freeway segments.
Table 4-2. Sufficiency criteria for weaving segments.
| Sufficiency | Freeway weaving segments (pc/mi/ln) | Collector-distributor roadways (pc/mi/ln) | Airport low-speed roadways (pc/mi/ln) |
|---|---|---|---|
| Below capacity | 28 | 32 | 40 |
| Near capacity | 35 | 36 | 50 |
| At capacity | 43 | 40 | 60 |
| Over capacity | > 43, or v/c>1.0 | > 40, or v/c>1.0 | > 60, or v/c>1.0 |
Source: Adapted from HCM, Exhibit 13-6.
Notes: pc/mi/ln = passenger cars per mile per lane.
If the density exceeds the level-of-service threshold, then the roadway is over capacity.
Density is used to look up sufficiency in Table 4-2. A special set of density thresholds has been developed for weaving on low-speed airport roadways. Airport operators may choose their own thresholds based on local experience and perceptions of quality of service.
Without more extensive research, it is impossible to know with certainty whether or not the results of the low-speed weaving macroscopic model presented in this section are accurate, but the results can provide an initial indication of whether a weaving section with certain parameters might operate successfully or not.
The results of the low-speed weaving analysis method and the revised metrics appear to (1) correlate reasonably well with the observations of airport roadway weaving operations conducted as part of the original ACRP Report 40 research, and (2) produce results suitable for planning-level analyses of low-speed airport roadway weaving operations. While low speeds can be entered as inputs to most microsimulation models, it is not known whether the resulting modeled traffic flows represent actual traffic operation patterns under those conditions. Few, if any, studies have been conducted on the low-speed weaving conditions typical of airport roadways to allow full verification of the suggested low-speed weaving analysis method outputs. Significantly more observations at numerous locations are required to provide a basis for analysis of low-speed roadway weaving operations that is consistent with the level of analytical precision of the HCM or any similar document.
The proposed low-speed weaving method is not intended to serve as a basis for any of the following:
Under the above conditions, microsimulation models may be more appropriate for evaluating traffic operations.
Microsimulation modeling is an analytical process that uses sophisticated computer programs to analyze traffic operations for complex roadway systems and support the design of roadway facilities. In microsimulation modeling, individual simulated vehicles are assigned characteristics, such as a destination, vehicle performance capabilities, and driver behavioral profiles. Each “vehicle” then travels through a computerized roadway network, and various aspects of its performance are recorded during its simulated trip based on its interactions with other vehicles and
traffic controls. These performance statistics can be summarized in many ways, including performance measures commonly used by traffic engineers and transportation planners (e.g., delays, travel times, travel speeds, and queue lengths).
Some aspects of roadway systems, such as intersections controlled by isolated or coordinated traffic signals, can be analyzed using simpler techniques than microsimulation. The use of microsimulation models can be beneficial in other roadway environments, including those with complex traffic movements, such as weaving operations where some vehicles are entering, some are exiting, and some are traveling through the weaving sections.
Many airport roadway systems are sufficiently complex to warrant the use of microsimulation. The use of microsimulation models should be considered if simpler analytical tools and methodologies do not yield reasonable results, provide sufficient detail, or cannot be used because the roadway configuration or operating conditions are outside the range of those addressed in the HCM. However, the use of microsimulation models and analyses of traffic using these models is relatively complex. Training in the use of the specific model and experience in traffic engineering are required to fully understand the simulation process so that appropriate inputs are used and the outputs are interpreted correctly. Most microsimulation software packages require significant time to learn, as well. In addition, microsimulation requires input data that may be unavailable for the airport roadway to be analyzed, or the available data may not be sufficiently accurate or reliable to justify the effort required to develop and calibrate the model.
Suggested guidelines on when microsimulation is probably not needed are as follows:
Guidelines regarding when to consider microsimulation:
FHWA’s Traffic Analysis Toolbox III: Guidelines for Applying Traffic Microsimulation Modeling Software 2019 Update to the 2004 Version (Publication Number FHWA-HOP-18-036, April 2019) provides additional information on the use and application of microsimulation. This document is available at https://ops.fhwa.dot.gov/publications/fhwahop18036/index.htm.
At some airports, the adequacy of a roadway or curbside area has been defined by the length of time a motorist requires to enter and exit the terminal area. Microsimulation models can be used to establish a baseline condition and compare the baseline travel time (or a predetermined acceptable travel time) with the travel times resulting from different levels of traffic demand and access and circulation roadway configurations. However, it is difficult to accurately estimate these travel times and queues without the aid of microsimulation models because of the relatively short distances being analyzed and the difficulty in estimating queue lengths through other means.